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Selfish risk-seeking can provide an evolutionary advantage in a conditional public goods game

Selfish risk-seeking can provide an evolutionary advantage in a conditional public goods game
Selfish risk-seeking can provide an evolutionary advantage in a conditional public goods game
While cooperation and risk aversion are considered to be evolutionarily advantageous in many circumstances, and selfish or risky behaviour can bring negative consequences for individuals and the community at large, selfish and risk-seeking behaviour is still often observed in human societies. In this paper we consider whether there are environmental and social conditions that favour selfish risk-seeking individuals within a community and whether tolerating such individuals may provide benefits to the community itself in some circumstances. We built an agent-based model including two types of agent—selfish risk-seeking and generous risk-averse—that harvest resources from the environment and share them (or not) with their community. We found that selfish risk-seekers can outperform generous risk-averse agents in conditions where their survival is moderately challenged, supporting the theory that selfish and risk-seeking traits combined are not dysfunctional but rather can be evolutionarily advantageous for agents. The benefit for communities is less clear, but when generous agents are unconditionally cooperative communities with a greater proportion of selfish risk-seeking agents grow to a larger population size suggesting some advantage to the community overall.
1932-6203
Testori, Martina
c9862489-e3aa-4cc2-b5d3-62140f416d64
Eisenbarth, Hedwig
41af3dcb-da48-402b-a488-49de88e64f0c
Hoyle, Rebecca
e980d6a8-b750-491b-be13-84d695f8b8a1
Testori, Martina
c9862489-e3aa-4cc2-b5d3-62140f416d64
Eisenbarth, Hedwig
41af3dcb-da48-402b-a488-49de88e64f0c
Hoyle, Rebecca
e980d6a8-b750-491b-be13-84d695f8b8a1

Testori, Martina, Eisenbarth, Hedwig and Hoyle, Rebecca (2022) Selfish risk-seeking can provide an evolutionary advantage in a conditional public goods game. PLoS ONE, 17 (1 January), [e0261340]. (doi:10.1371/journal.pone.0261340).

Record type: Article

Abstract

While cooperation and risk aversion are considered to be evolutionarily advantageous in many circumstances, and selfish or risky behaviour can bring negative consequences for individuals and the community at large, selfish and risk-seeking behaviour is still often observed in human societies. In this paper we consider whether there are environmental and social conditions that favour selfish risk-seeking individuals within a community and whether tolerating such individuals may provide benefits to the community itself in some circumstances. We built an agent-based model including two types of agent—selfish risk-seeking and generous risk-averse—that harvest resources from the environment and share them (or not) with their community. We found that selfish risk-seekers can outperform generous risk-averse agents in conditions where their survival is moderately challenged, supporting the theory that selfish and risk-seeking traits combined are not dysfunctional but rather can be evolutionarily advantageous for agents. The benefit for communities is less clear, but when generous agents are unconditionally cooperative communities with a greater proportion of selfish risk-seeking agents grow to a larger population size suggesting some advantage to the community overall.

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Accepted/In Press date: 30 November 2021
Published date: 21 January 2022
Additional Information: Publisher Copyright: © 2022 Testori et al. This is an open access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.

Identifiers

Local EPrints ID: 454435
URI: http://eprints.soton.ac.uk/id/eprint/454435
ISSN: 1932-6203
PURE UUID: 0bd8e7b3-4a54-43dd-bd4b-0fe31ad76260
ORCID for Hedwig Eisenbarth: ORCID iD orcid.org/0000-0002-0521-2630
ORCID for Rebecca Hoyle: ORCID iD orcid.org/0000-0002-1645-1071

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Date deposited: 09 Feb 2022 17:38
Last modified: 17 Mar 2024 03:36

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Contributors

Author: Martina Testori
Author: Hedwig Eisenbarth ORCID iD
Author: Rebecca Hoyle ORCID iD

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